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W. ZWERMANN,A. AURES,L. Gallner,V. HANNSTEIN,B. Krzykacz-Hausmann,K. VELKOV,J.S. MARTINEZ 한국원자력학회 2014 Nuclear Engineering and Technology Vol.46 No.3
Uncertainty and sensitivity analyses with respect to nuclear data are performed with depletion calculations for BWR andPWR fuel assemblies specified in the framework of the UAM-LWR Benchmark Phase II. For this, the GRS sampling basedtool XSUSA is employed together with the TRITON depletion sequences from the SCALE 6.1 code system. Uncertainties formultiplication factors and nuclide inventories are determined, as well as the main contributors to these result uncertainties bycalculating importance indicators. The corresponding neutron transport calculations are performed with the deterministicdiscrete-ordinates code NEWT. In addition, the Monte Carlo code KENO in multi-group mode is used to demonstrate amethod with which the number of neutron histories per calculation run can be substantially reduced as compared to that in acalculation for the nominal case without uncertainties, while uncertainties and sensitivities are obtained with almost the sameaccuracy.
Zwermann, W.,Aures, A.,Gallner, L.,Hannstein, V.,Krzykacz-Hausmann, B.,Velkov, K.,Martinez, J.S. Korean Nuclear Society 2014 Nuclear Engineering and Technology Vol.46 No.3
Uncertainty and sensitivity analyses with respect to nuclear data are performed with depletion calculations for BWR and PWR fuel assemblies specified in the framework of the UAM-LWR Benchmark Phase II. For this, the GRS sampling based tool XSUSA is employed together with the TRITON depletion sequences from the SCALE 6.1 code system. Uncertainties for multiplication factors and nuclide inventories are determined, as well as the main contributors to these result uncertainties by calculating importance indicators. The corresponding neutron transport calculations are performed with the deterministic discrete-ordinates code NEWT. In addition, the Monte Carlo code KENO in multi-group mode is used to demonstrate a method with which the number of neutron histories per calculation run can be substantially reduced as compared to that in a calculation for the nominal case without uncertainties, while uncertainties and sensitivities are obtained with almost the same accuracy.